高次谐波发生（High Harmonic Generation, HHG）是一种非线性光学现象，它允许科学家们将红外或可见光激光转换成更高频率（如紫外或X射线）的光。这一技术对于探索物质内部的超快电子动力学过程至关重要，因为它提供了一种产生阿秒（10^-18秒）脉冲的方法，从而可以实时观察电子运动。**HHG的基本原理** HHG的过程...
高次谐波产生(High Harmonic Generation) 摘要:高次谐波产生是一种极端的非线性效应,强场激光聚焦到气体介质上的时候,会发生非线性效应,可以得到上百阶的高能谐波光子。作为一种相干的宽谱高能光源,它可以用来产生阿秒脉冲(10−18s),同时,它也可以在百电子伏附近及以下的波段部分代替同步辐射光源,甚至在一定程度上...
High-Harmonic-Generation爱说**e〝 上传29.65 MB 文件格式 zip 高次谐波生成(HHG)是一种在强激光场中产生高次谐波的非线性光学过程。通过数值模拟,考虑了量子力学、超声流体物理、等离子体物理和非线性光学等多种物理现象。在这个过程中,激光场与原子或分子相互作用,导致电子被加速和抛射,最终产生高次谐波辐射。
High-harmonic generation has been driving the development of attosecond science and sources. More recently, high-harmonic generation in solids has been adopted by other communities as a method to study material properties. However, so far high-harmonic generation has only been driven by classical ...
高次谐波产生(High Harmonic Generation)是一种非线性光学现象,这种现象是在强激光场中发现的。在20世纪80年代,随着超短脉冲激光技术的发展,人们在气体中观察到了高次谐波产生现象,这标志着高次谐波产生技术的诞生。 2. 相关理论或原理 高次谐波产生的理论基础是量子力学和非线性光学。当气体原子在强激光场中被电离...
High harmonic generation has long been successfully described using the semi-classical three-step model. However, recent progress has introduced a quantum optical formulation, exposing the limitations of the semi-classical picture. Philipp Stammer ...
High-harmonic generation has been driving the development of attosecond science and sources. More recently, high-harmonic generation in solids has been adopted by other communities as a method to study material properties. However, so far high-harmonic generation has only been driven by classical lig...
高次谐波产生是一种极端的非线性效应，当强场激光聚焦到气体介质上时，会发生非线性效应，能够产生高能谐波光子。这一效应产生了一种相干的宽谱高能光源，能够用于产生阿秒脉冲，同时，在百电子伏附近的波段，它甚至可以取代同步辐射光源，展现出更优性能。高次谐波的产生过程相当简单，将飞秒激光聚焦于...
此光子的频率为原雷射光频率的整数倍。这现象称为高次谐波生成(high harmonic generation)。 tw.knowledge.yahoo.com|基于2个网页 2. 高次谐波频谱 而我们也获得详细的高次谐波频谱(high harmonic generation) 及比较了最高电子占有轨域做出的贡献。我们还发现到一氧化碳 … ...
As a parametric process, high harmonic generation should conserve the radiation energy, momentum and angular momentum. Indeed, conservation of energy and momentum have been demonstrated. Angular momentum of optical beams can be divided into two components: orbital and spin (polarization). Orbital ...